Sensitivity Analysis of Continuous Chaotic Signals
Yingmin Liu
Abstract
Yingmin Liu
Abstract
In this paper,the bifurcation diagram and Lipschitz exponent spectrum of two types of continuous chaotic equations are numerically calculated,meanwhile analog simulating the chaotic attractor of the two types of chaotic systems,and on this basis by numerical simulation discussing the chaotic dynamic behaviors of the third kind of continuous differential equations,gets the corresponding chaotic attractor.
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In this paper,the bifurcation diagram and Lipschitz exponent spectrum of two types of continuous chaotic equations are numerically calculated,meanwhile analog simulating the chaotic attractor of the two types of chaotic systems,and on this basis by numerical simulation discussing the chaotic dynamic behaviors of the third kind of continuous differential equations,gets the corresponding chaotic attractor.
Key concepts: Attractor, Chaotic, Rössler attractor, Crisis, Bifurcation diagram, Chaotic hysteresis, Sensitivity (control systems), Bifurcation